Electro magnetic elasticity and effective properties of piezocomposites

New decision of stochastic connected boundary-volume problem of electro-magnetic elasticity by generalized singular approach of statistical mechanical of composites is received on base of the new decisions for singular parts of second derived Green’s function for uniform transversal-isotropic piezo electro-magnetic media. The specified decisions for tensors of effective electromagnetic and thermoelastic properties of composites with piezoelectric and piezomagnetic phases received on the basis of the analysis of correlation functions of quasiperiodic structures and on the basis of the solution of stochastic boundary-volume problem of the theory of electromagnetic thermoelasticity by method of periodic components. Numerical calculation and the analysis of influence on the real and imaginary parts of effective electromagnetic factor of polydisperse magnetoelectric piezocomposites with maksvell-wagner relaxation of volume fraction, inversion of properties of phases and frequencies of the electric field is carried out.